Evaluate Inverse Trig Functions

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π/2

arccos 0

0

arccos 1

π/4

arcsin(sin(3π/4))

-π/3

arcsin(sin(4π/3))

csc(2π/3)= 2√3/3

csc(arccos(-1/2))

csc(π/6)=2

csc(arccos(√3/2))

csc(-π/4)= -√2

csc(arctan(-1))

sin(2π/3 ) =√3/2

sin(arccos(-1/2))

undefined/no solution

sin(arcsin(3))

tan(2π/3 ) = -√3

tan(arccos(-1/2))

π/3

arccos ½

π

arccos(-1)

undefined

arccos(-2)

2π/3

arccos(-½)

3π/4

arccos(-√2/2)

5π/6

arccos(-√3/2)

arccos(-√2/2)=3π/4

arccos(cos(5π/4))

2π/3

arccos(sin(7π/6))

π

arccos(tan(7π/4))

π/4

arccos(√2/2)

undefined

arccos(√3)

π/6

arccos(√3/2)

0

arcsin (0)

undefined / no solution

arcsin (2)

π/6

arcsin (½)

π/2

arcsin 1

-π/2

arcsin(-1)

undefined / no solution

arcsin(-3)

-π/6

arcsin(-½)

-π/4

arcsin(-√2/2)

-π/3

arcsin(-√3/2)

-π/4

arcsin(sin(5π/4))

-π/2

arcsin(tan(7π/4))

π/4

arcsin(√2/2)

π/3

arcsin(√3/2)

0

arctan 0

π/4

arctan 1

-π/4

arctan(-1)

-π/3

arctan(-√3)

-π/6

arctan(-√3/3)

π/3

arctan(√3)

π/6

arctan(√3/3)

undefined/no solution

tan(arccos(4π))

tan(-π/6 ) =-√3/3

tan(arcsin(-1/2))

tan(π/3 ) = √3

tan(arcsin(√3/2))


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